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In [C.W. Gear, T.J. Kaper, I.G. Kevrekidis and A. Zagaris,
(2005) 711–732],
we developed
a class of iterative algorithms
within the context
of equation-free methods
to approximate
low-dimensional,
attracting,
slow manifolds
in systems
of differential equations
with multiple time scales.
For user-specified values
of a finite number
of the observables,
the th member
of the class
of algorithms
()
finds iteratively
an approximation
of the appropriate zero
of the st time derivative
of the remaining...
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